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Write the four half cell reactions from the Latimer diagram for a metal $(\ce{M})$ in basic solution.

$$\ce{\overset{+6}{M}O4^2-(aq) ->[\pu{0.25 V}] \overset{+5}{M}O4^3-(aq) ->[\pu{0.55 V}] \overset{+3}{M}O(OH)(s) ->[\pu{0.42 V}] \overset{+2}{M}(OH)2(s) ->[\pu{-0.89 V}] \overset{0}{M}(s)}$$

I can only come up with the first half reaction, which I believe is:

$$\ce{MO4^2- + e- -> MO4^3-}$$

But for the others I'm having trouble with knowing whether the $\ce{MO4^3-}$ will react with water or hydroxide ion to create, for example, $\ce{MO(OH)}?$

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  • $\begingroup$ I suspect that the metal is iron, whose known species line up with those given here. The +5 entry $\ce{FeO4^{3-}}$ is uncommon but known as alkali metal salts. $\endgroup$ Sep 29 '19 at 16:45
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Let's look at how you would add in the water and hydroxide ions for the $\ce{MO4^{3-}->MO(OH)}$ reaction.

Step 1: Start with the given metal species, with the metal oxidation states included:

$\ce{M^VO4^{3-}->M^{III}O(OH)}$

Step 2: Add the electrons according to the oxidation states. Here the oxidation state on the metal drops by two, so there must be two electrons on the left. Ignore the fact that the overall charges may be unbalanced, that comes next.

$\ce{M^VO4^{3-} + 2e^- ->M^{III}O(OH)}$

Step 3: Now we are ready to attack the charge balance. Add the hydroxide ions, which do not couple with the electron exchange, to balance the charges. Counting out the charges we have going into this step we need five hydroxide ions on the right.

$\ce{M^VO4^{3-} + 2e^- ->M^{III}O(OH) + 5OH^-}$

Step 4: Finally add water to balance hydrogen; if you rendered the oxidation states and did the math correctly, the oxygen balance falls into place simultaneously. With six hydrogen atoms to balance we use three molecules of water to get the final answer for this reduction:

$\ce{M^VO4^{3-} + 3H2O + 2e^- ->M^{III}O(OH) + 5OH^-}$

Can you now do the remaining reductions?

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    $\begingroup$ I tried for the second one and got: MO(OH)(s) + e^- +H2O(l) = M(OH)2(s) + OH-(aq) Is this correct? $\endgroup$ Sep 29 '19 at 8:07
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    $\begingroup$ And for the third one: M(OH)2(s) + 2e- = M(s) + 2OH-(aq) ? $\endgroup$ Sep 29 '19 at 8:08
  • $\begingroup$ Got them both! :-) . $\endgroup$ Sep 29 '19 at 9:39
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    $\begingroup$ Thank you so much for your help! :) $\endgroup$ Sep 29 '19 at 12:23

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